| Product Number | 4H58-1-V8 |
| Synonyms | 1-(tert-Butoxycarbonyl)-2,3-dihydro-1H-indole-2-carboxylic acid |
| Purity | 90 % |
| CAS | 137088-51-8 |
| MDL Number | MFCD02682411 |
| Molecular Formula | C14H17NO4 |
| Molecular Weight | 263.293 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-V8
CAS: 137088-51-8
Molecule Weight: 263.293
Formula: C14H17NO4
PN: 4H58-1-2N
CAS: 186704-03-0
Molecule Weight: 277.32
Formula: C15H19NO4
![1-[(Benzyloxy)carbonyl]indoline-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-4H
CAS: 117483-89-3
Molecule Weight: 297.31
Formula: C17H15NO4
PN: 4H51-1-0F
CAS: 172647-87-9
Molecule Weight: 249.31
Formula: C14H19NO3
PN: 4H51-1-1J
CAS: 135829-04-8
Molecule Weight: 283.327
Formula: C17H17NO3
PN: 4H58-5-66
CAS: 321309-39-1
Molecule Weight: 315.75
Formula: C17H14ClNO3
PN: 4H58-1-106
CAS: 123811-87-0
Molecule Weight: 277.32
Formula: C15H19NO4
PN: 4H51-1-01
CAS: 161646-57-7
Molecule Weight: 233.311
Formula: C14H19NO2
Melting Point: 121-122 ℃
TSCA: Not listed on TSCA inventory